摘要
为进一步研究分子的性质,M.Randic在文[2]中首先介绍了Wiener-Hosoya指标.Wiener-Hosoya指标能够用h(T)=∑e∈E(T)(h(e)+h[e])组合原理来表示,我们是去计算Wiener指标W而不是去计算Hosoya topologic指标Z.本文主要讨论对于给定的顶点数时具有最大的Wiener-Hosoya指标的树.
Wiener-Hosoya index was firstly introduced by Randi'c in , which is expected to reveal some further properties of molecular. In this paper, the maximum trees (with respect to Wiener-Hosoya index) with given orders are determined.
出处
《漳州师范学院学报(自然科学版)》
2007年第4期25-30,共6页
Journal of ZhangZhou Teachers College(Natural Science)